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Splay geometry with weak anchoring

When the applied field is low, the liquid crystal director is homogeneously aligned along the x axis and the tilt angle is 0. When the applied field is increased above a threshold, the liquid crystal director begins to tilt. When the applied field is only slighdy above the threshold, the tilt angle is small. Approximately, we have cos 9 1 and sin 9 9. Equations (5.58) and (5.59) become [Pg.164]

The Euler-Lagrange equation of the minimization of the total bulk free energy is (Equation (5.22)) [Pg.164]

Note that this is the solution for an applied field slightly above the threshold. The boundary [Pg.165]

When the anchoring is infinitely strong, IT = oo and thus L = 0 the solution to Equation (5.66) is hl2 = nl2, which gives the field threshold Ec = n/h) jK /soAs. When the anchoring is [Pg.165]

When the applied field is low, is large and 1. At the field threshold, hJ2 is close to nl2, and thus we have the approximation [Pg.165]


See other pages where Splay geometry with weak anchoring is mentioned: [Pg.164]    [Pg.164]    [Pg.331]    [Pg.136]   


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